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algebra set computation using tree structure
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class Tree | |
attr_accessor :root | |
def initialize(root) | |
@root = root | |
end | |
def insert(parent, left, right) | |
parent.left = left | |
parent.right = right | |
left.parent = parent | |
right.parent = parent | |
end | |
def resolve | |
root.resolve | |
end | |
end | |
class Node | |
attr_accessor :parent, :left, :right, :operator, :condition | |
def initialize(operator, condition) | |
@parent = @left = @right = nil | |
@operator = operator | |
@condition = condition | |
end | |
def leaf? | |
operator.nil? && !condition.nil? | |
end | |
def resolve | |
if leaf? | |
condition | |
else | |
operate(left, right, operator) | |
end | |
end | |
def operate(left, right, operator) | |
case operator | |
when "AND" | |
left.resolve & right.resolve | |
when "OR" | |
left.resolve | right.resolve | |
when "AND NOT" | |
left.resolve ^ right.resolve | |
else | |
raise "unknown operator" | |
end | |
end | |
end | |
root = Node.new("AND", nil) | |
tree = Tree.new(root) | |
node1 = Node.new("OR", nil) | |
node1_1 = Node.new(nil, true) | |
node1_2 = Node.new(nil, false) | |
tree.insert(node1, node1_1, node1_2) | |
node2 = Node.new(nil, true) | |
tree.insert(root, node1, node2) | |
puts tree.resolve |
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